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)
Revista de Ciencias de Seguridad y Defensa
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Luego del incidente del Toachi y la desintegración de la URJE, sus miembros conformaron
nuevos grupos, tales como, Vencer o Morir3 y el Destacamento de la Organización Secreta4, intentos
que fueron detenidos debido a la inltración de agentes de inteligencia dentro de las líneas de estos
movimientos. De igual manera se conforma el MIR 5, que prolonga sus actividades hasta 1985,
funcionando como una organización secreta con aparecimientos esporádicos.
En 1969 aparece un nuevo grupo denominado AU-Shiris conformado por elementos de la URJE
y VM, este colectivo estuvo implicado en el secuestro de dos aviones de la empresa TAME (Villamizar,
1994, p. 66). Con el tiempo perdió fuerza y para nales de los años 70 es desintegrado. Posteriormente, en
1972, aparece el COR, grupo que se desintegra en 1974 debido a desacuerdos ideológicos a su interior.
En 1983 aparece el movimiento AVC, en el cual conuyen la mayoría de elementos de grupos
que fueron desarticulados y analizados previamente. Por su parte, la izquierda armada, a través
de este grupo, realiza un sin número de acciones descritas en el análisis realizado por Jiménez y
Franchi (2016): AVC atacó con mayor frecuencia bancos, para obtener fondos (21 ataques); medios
de comunicación, con la nalidad de difundir mensajes (20 ataques); y la Policía (12 ataques). En los
años de 1985 y 1986 se presenta el mayor número de ataques (54), donde las acciones perpetradas
por AVC registraron 22 muertes, siendo la gran mayoría conectadas a ataques a la Policía (14) (p. 62).
Este grupo se caracterizó por ser muy activo, siendo el más representativo en el período revisado.
Tuvo preparación en Libia, Colombia y Nicaragua. La revolución cubana pasó a ser su inspiración, ya
que en realidad abandonaron la doctrina foquista de Guevara para centrarse en operaciones urbanas.
“La represión ejercida por el Estado a través de la fuerza pública destruyó la capacidad operativa de
AVC, la muerte de los líderes del grupo y la captura de casi un centenar de miembros, provocó su
desintegración” (Jiménez & Franchi, 2016, p. 62).
Montoneros Patria Libre aparece en 1986. Realiza algunas acciones reivindicatorias como
la toma de la Cima de Libertad y desaparece. Así, naliza el proyecto armado de la izquierda. En
1991, AVC inicia una campaña para recolectar rmas y convertirse en una agrupación legalmente
constituida.
Varios grupos de cuya presencia existe evidencia, no tuvieron identicación pública que los
caracterizara, únicamente quedan sus acciones; entre ellos se encuentra el grupo que secuestró a José
Antonio Briz López y posteriormente asesinó al empresario. Igualmente, el proyecto del Batallón
América del cual fueron participantes activos varios miembros de los grupos ya citados, cuyas
actividades nalizaron en 1986.
2.4. La doctrina de Seguridad Nacional (análisis legal)
Constitución
Las Fuerzas Armadas, como institución, han evolucionado conjuntamente con los cambios
constitucionales en Ecuador. Desde 1830 hasta 1998, el concepto de FF.AA. ha progresado. Se parte
desde ser consideradas como los precursores de mantener el orden interno, la defensa del orden
público y de la Constitución, hasta ser aquellos que se constituían en obedientes y no deliberantes.
3 Otro sector de la URJE, en 1965, contribuyó en el aparecimiento de un movimiento que se llamó “Vencer o Morir”, cuya estructura fue concebida para acciones
político-militares […] (Rodas, 2000, p. 75).
4 En 1965, otros jóvenes provenientes de URJE constituyeron un grupo de efímera duración que reprodujo las concepciones foquistas del momento, y que se denominó
Destacamento de la organización Secreta. (Rodas, 2000, p. 75).
5 […] otros jóvenes vinculados a URJE, entre 1965-1967, contribuyeron a la fundación del Movimiento Revolucionario de Izquierda, MIR, organización clandestina de
corte Guevarista que, sobre todo, hacia nales de los años sesenta y setenta, tuvo notoria inuencia en los sectores juveniles del país (Rodas, 2000, p. 75).
Doctrina de Seguridad Nacional en Ecuador